In Table \(\ref {Table2}\) ,
we used the probable minimum distances provided in [1]} for binary duadic codes of lengths 217, 233, and 239. The binary and quaternary generator polynomials are the same for these three codes. The probable minimum distance \(d\)  for each of these three values is denoted by \(d^{ap}\)  in the table.
All the other minimum distances given in the table are the true minimum distance obtained from some
combination of the minimum distance lower bound of the related construction
and/or computation by the built-in minimum distance function in computer algebra system Magma [2]}, or a reference for
the minimum distance is provided in the source column.
